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10^19 electrons flows in a wire30 minites what will becurrent?​

Answer»

\huge\star{\green{\underline{\mathfrak{Answer :-}}}}

GIVEN:

  • Electrons flowing in the wire = \tt{10^{19}}
  • Time = 30 minutes

To FIND:

  • Current or I

Solution:

Firstly, we will have to find the Charge.

We KNOW that,

\boxed{\red{\tt{Q=\pm ne}}}

USING this formula,

\leadsto\tt{Q = 10^{19} \times (- 1.6 \times 10^{-19} )}

\leadsto\tt{Q = 10^{19} \times - 1.6 \times \dfrac{1}{10^{19}}}

\huge\leadsto\tt{\underline{\orange{- 1.6\:Coulomb}}}

Now, finding the current.

We know that,

\boxed{\red{\tt{I = \dfrac{Q}{t}}}}

Using the formula,

\leadsto\tt{I =\dfrac{- 1.6}{30\times 60}}

\leadsto\tt{I=\dfrac{-16}{30\times60\times10}}

\leadsto\tt{I=\dfrac{-1}{1225}}

\leadsto\tt{I=- 0.000816\:A}

\huge\leadsto{\boxed{\purple{\underline{\tt{I=-8.16\times10^{-4}\:Ampere}}}}}

\rule{200}4



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